Polinomial
Quiz
β’
Mathematics
β’
11th Grade
β’
Practice Problem
β’
Medium
Indah Lestari
Used 3+ times
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15 questions
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1.
MULTIPLE CHOICE QUESTION
1 min β’ 3 pts
Diketahui π(π₯) = 5π₯4 β 3π₯3 + 2π₯2 β 6 dan π(π₯) = 3π₯3 β 6π₯2 + 12π₯ + 4. Hasil penjumlahan π(π₯) + π(π₯) adalah β¦.
5π₯4 β 8π₯2 + 12π₯ + 2
5π₯4 β 4π₯2 + 12π₯ β 2
5π₯4 β π₯3 β 4π₯2 + 12π₯ β 2
π₯64 β 8π₯2 + 12π₯ β 2
π₯3 β 4π₯2 + 12π₯ β 2
2.
MULTIPLE CHOICE QUESTION
1 min β’ 2 pts
Diberikan polinomial π(π₯) = 4π₯3 β 5π₯2 + 8π₯ β 1 dan π(π₯) = 4π₯3 + 2π₯2 β 5. Koefisien variabel π₯ berpangkat tertinggi dari [π(π₯) β π(π₯)] adalah β¦.
β 1
β 4
β 7
5
8
3.
MULTIPLE CHOICE QUESTION
1 min β’ 3 pts
Nilai π΄.π΅ agar memenuhi kesamaan adalah β¦.
β12
β6
β8
6
8
4.
MULTIPLE CHOICE QUESTION
1 min β’ 1 pt
Jika polinomial π(π₯) berderajat 5 dan polinomial π(π₯) berderajat 3, derajat polinomial π(π₯) β π(π₯) adalah β¦.
8
5
3
2
1
5.
MULTIPLE CHOICE QUESTION
1 min β’ 2 pts
Jumlah semua koefisien dari penjabaran adalah ....
1
2
3
4
2017
6.
MULTIPLE CHOICE QUESTION
1 min β’ 4 pts
Nilai suku banyak untuk π₯ = β2 adalah β¦.
β27
26
β24
21
β20
7.
MULTIPLE CHOICE QUESTION
1 min β’ 5 pts
Nilai π yang membuat suku banyak mempunyai nilai π(1) = 3 adalah β¦.
β3
β1
0
1
3
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